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Basis of deconstruction in poetic text: بنەماكانی هەڵوەشاندنەوە لە دەقی شیعریدا
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Deconstruction theory is a theory that appeared After construction theory, and it tends, through some key principles, to reach the purposive and the main meaning of the text by the means of different perspectives. In other words, deconstruction is a critical literary theory and a contemporary philosophical approach that work together to reach exact concept of the text, and this is achieved through reading and analyzing the text. Therefore, deconstruction has specified some principles so as to reach the exact meaning of the text through these different principles.

پێشەكی:

تیۆری هەڵوەشاندنەوە تیۆرێكە پاش بوونیادگەری سەریهەڵداوە و دەیەوێت لەڕێگەی چەند بنەمایەكی سەرەكیەوە كار بۆ گەیشتنە واتای مەبەستدار و سەرەكی دەق بكات، لە ڕێگەی گۆشە نیگای جیاوازەوە. بەواتایەكی تر هەڵوەشاندنەوە تیۆرێكی ئەدەبی ڕەخنەیی و ڕێبازێكی فەلسەفی هاوچەرخە و پێكەوە كاردەكەن لەپێناو گەیشتنە چەمكی تەواوی دەقەكە، ئەمەش لەڕێگەی خوێندنەوە و ڕاڤەی دەقەكەوە دەبێت،    بۆیە هەڵوەشاندنەوە چەند بنەمایەكی دیاریكردووە، تاوەكو لەڕێگەی ئەم بنەما جیاوازانەوە بگاتە واتای تەواوی دەق. 

       ئەم لێكۆڵینەوەیە پێكهاتووە لە دوو بەش، لە بەشی یەكەمدا باس لە چەمك و پێناسەی هەڵوەشاندنەوە و سەرهەڵدان و گەشەكردن و فەلسەفەی ئامادە و بنەما و ستراتیژەكانی هەڵوەشاندنەوە لە ڕوانگەی دریداوە كراوە.

      لە بەشی دووەمدا بەپێی بنەماو ستراتیژەكانی هەڵوەشاندنەوە كار لەسەر دەقی شیعری كراوە و دەقی شیعری (تەلیسم)ی ئەنوەر قادر جاف وەك نموونە وەرگیراوە.

 

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Assessment of Solar Photovoltaic Potential in Iraq
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This research was aimed to study the pollen morphology for the genus Pterocephalus(Vaill)  from Dipsacaceae family in Iraq, and to utilize these feathers in isolating the species as valuable taxonomic traits for enriching Iraqi flora. The study included characteristics of the type, shape, size, sculpturing and apertures, as well as determining the full dimensions using light microscopy as well as numerical analysis of this species and draw polygonal shapes and denderogram  convergence between species. The results of the study of pollen and polygonal forms showed significant differences in the characteristics at the level of each species, which helps to identification the genus species, as it was found that the pollen was a tricolp

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Abstract<p>In this work, we study of the concept of a cubic set of a semigroup in KU-algebra. Firstly, we study a cubic sub KU-semigroup and achieve some results in this notion. And then, we get a relation between a cubic sub KU-semi group and a level set of a cubic set. Moreover, we define some cubic ideals of this structure and we found relationships between these ideals.</p><p>2010 AMS Classification. 08A72, 03G25, 06F35</p>
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